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what is SinACosB equivalent to?
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SinACosB
There is a trigonometric identity. Cannot remember what it is. please help me ... The original question is: Sen(150º)Cos(240) + Cos(150º)Sin(240º) simplify that please
Sin(150+240)
Ah, what you are looking at there is the rule for sin(a+b). This cannot be done in two separate parts as you had (SinACosB is pretty meaningless). Adding the second one makes it sin(390)=sin(30) = 1/2
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\[\sin \left( A \right)\cos \left( B \right)=\left( \sin \left( A \pm B \right) \right)/\left( \pm \cos \left( A \right) \sin \left( B \right)\right)\]
amsp14: Isn't it \[\sin(A)\cos(B)=\sin(A\pm B)\mp \cos(A)\sin(B)\]?
yes... I don't see the sign sorry
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